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Critical Thinking Essentials

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Test key ideas of critical thinking.

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Philippines

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Critical Thinking Essentials
 

Critical Thinking EssentialsOnline version

Test key ideas of critical thinking.

by Monica Gem Gomez
1

What is the core aim of critical thinking?

2

Which value emphasizes fairness in reasoning?

3

Name a core intellectual standard for thinking?

4

What does accuracy in thinking require?

5

Which element relates to the goal of reasoning?

6

What are premises in an argument?

7

What is inductive reasoning best described as?

8

Which bias involves relying on the first information seen?

9

What is a feature of deductive validity?

10

Which term means evaluating arguments systematically?

11

What does the data component include?

12

Which element concerns the point of view?

13

What does inference mean in reasoning?

14

What is a claim in an argument?

15

Why is clarity important in thinking?

16

What is the role of assumptions?

17

What does fairness in reasoning entail?

18

What does consequence refer to in reasoning?

19

Which is NOT a component of the 8 elements?

Feedback

Critical thinking analyzes arguments and avoids unexamined beliefs.

Fairness means no bias and open-minded evaluation.

Clarity ensures ideas are easy to understand.

Accuracy relies on true, verifiable information.

Purpose defines the objective of thought.

Premises provide support for the claim.

Induction moves from specifics to probable generalizations.

Anchoring uses initial information to anchor judgment.

Validity requires truth-preserving logic from true premises.

Critical thinking analyzes and reconstructs reasoning.

Data should be factual and trustworthy.

Point of view is the thinker’s own perspective.

Inference connects data to a supported conclusion.

A claim expresses the position to be supported.

Clarity helps communicate the reasoning effectively.

Assumptions are the base beliefs not yet proved.

Fair thinking weighs all evidence impartially.

Implications follow from the conclusions drawn.

Conclusion is not a premise; premises support conclusions.

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